an earthquake that measures 8 on the richter scale would be how many times stronger than an earthquake that measures 4 on the same scale?

The Richter Scale is logarithmic, which means that each successive whole number represents a 10-fold increase in power. Thus, an earthquake that measures 8 would be 10,000 times stronger than an earthquake that measures 4.

Question

19-12-2022
Geography

Answered

an earthquake that measures 8 on the richter scale would be how many times stronger than an earthquake that measures 4 on the same scale?

The Richter Scale is logarithmic, which means that each successive whole number represents a 10-fold increase in power. Thus, an earthquake that measures 8 would be 10,000 times stronger than an earthquake that measures 4.

Answer :

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jaiswaljyoti jaiswaljyoti · Answer 1 · 2022-12-22T00:00:09-05:00

Since the Richter Scale is logarithmic, each additional whole number represents an increase in power of 10 times. A magnitude 8 earthquake would therefore be 10,000 times greater than a magnitude 4 earthquake.

The Richter scale is a numerical scale that uses seismographic oscillations to calculate an earthquake's magnitude.

On the Richter scale, each level is ten times more powerful than the one before it.

The value of 8 on the Richter scale is three levels higher than the value of 5.

As a result, an earthquake with an intensity of 8 on the Richter scale will be 1000 times (10 x 10 x 10) as powerful as an earthquake with an intensity of 5.

To know more about seismographic, click the below link

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